Question

F$0.9999.....≈1$ or $0.9999.....=1$

score 155 · Answer 1 · 2019-06-05 13:30:33

155

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F$0.9999.....≈1$ or $0.9999.....=1$

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110

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score 2.5k · Answer 3 · 2019-06-19 21:48:11

2.5k

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score 46 · Answer 4 · 2019-06-20 17:11:31

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142

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score 2k · Answer 12 · 2019-08-09 21:50:15

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List Question

F$0.9999.....≈1$ or $0.9999.....=1$

Partial sum of a geometric series (Calculus 3)

The sum of an infinite geometric sequence is 33.25. The second term of the sequence is 7.98. Find the possible values of r.

How to find the Sum of a geometric sequence in the case where the sum does not start at k=0

Orthogonal polynomials for geometrically discounted series

Unable to get correctly the last term of finite geometric series.

Better bound for an equation of sums

In a geometric sequence, only the first term and the tenth term are given. What is the correct method to find the common ratio using this data?

Real Sequence Arithmetic and Geometric Progression Problems

Geometric sequence with second term $12$, sum $50$, and common ratio greater than $0.5$

Prove that $\frac{e^{-a}}{1-e^{-a}}<\frac{1}{a}$ for positive $a$

How to solve this geometric series question?

Proving that the sum of a geometric series is of the order of its last term

What is the sum to infinity of an infinite series S?

Combined arithmetic and geometric series question

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